Acoustic impedance
Specific acoustic impedance is the product of density and sound velocity, Z = ρ · c. It is the material property that decides how much sound crosses an interface and how much comes straight back. Units are kg·m⁻²·s⁻¹ (rayl); NDT normally uses MRayl (10⁶ rayl), so steel is about 46 MRayl, water 1.5 MRayl, air 0.0004 MRayl.
Impedance is what makes ultrasonics work at all. The mismatch between steel and air is so extreme that a lack of fusion, a lamination or a gas pore reflects essentially all of the incident energy, which is why a hairline air gap is a perfect reflector while a tight, metallurgically bonded interface may be almost invisible. The same mismatch is why couplant is mandatory: without it the probe-to-part interface is a steel/air boundary and nothing gets in.
Impedance is mode-dependent because velocity is. Shear impedance in steel (7850 × 3240 ≈ 25.4 MRayl) is well below compression impedance (≈ 46.3 MRayl); this is one reason shear waves do not couple through a liquid layer — liquids support no shear stress at all.
Use the value with the interface reflection/transmission calculation to work out the loss at a wedge-to-steel boundary, at a clad interface, or at a water path in immersion testing.
Compression or shear
Worked example
| Wave mode | compression |
| Material velocity (override) | 0 m/s |
| Density ρ | 7850 kg/m³ |
| Velocity used | 5900 m/s |
| Acoustic impedance Z | 46.315 MRayl |
| Acoustic impedance Z | 46315000 kg/(m²·s) |
Ferritic steel, compression: Z = 7850 × 5900 = 46 315 000 kg·m⁻²·s⁻¹ = 46.315 MRayl. The same steel in shear gives 7850 × 3240 = 25.434 MRayl.